A. Net transport by passive
diffusion can occur across a tubular cell membrane or across the tubular
epithelium when a favorable chemical (concentration) or electrical
gradient is present and the barrier has a finite permeability to the
substance. Since the composition of the filtrate entering the
tubule initially has practically the same composition as that of the
plasma in the peritubular capillaries, active transport of some type is
required to establish a gradient for passive diffusion. For example, the
active reabsorption of salt in the proximal tubule drives water
reabsorption which causes the concentration of urea in the tubular fluid
to increase. That chemical gradient then drives passive urea reabsorption.
B. Active transport mechanisms
which involve the interaction of a membrane component with the transported
substance can be categorized in a number of ways:
1.Capacity-limited
systems exhibit the characteristics of specificity, competition and
saturation. The glucose reabsorptive system is a classic
example. The system will transport only a few other sugars of similar
size and they will compete among themselves for transport by the system.
The capacity of the transport system is limited so that it can be easily
saturated.
2. Gradient-limited systems are
limited not so much by the capacity of the pump but by the chemical
gradient the pump establishes. Active transport of an ion out
of the tubule tends to reduce the concentration of that ion in the
tubular fluid, establishing a chemical gradient for passive
back-diffusion. The rate of that passive back-diffusion is affected by
the electrical gradient and by the conductance or permeability of the
epithelium. The difference between the rate of pumping and the rate of
passive back-diffusion is the rate of net transport
(Fig. 3-5).
The rate of passive
back-diffusion is also affected by the rate of water reabsorption.
A high rate tends to maintain the concentration of the ion in the
tubular fluid high, retarding or preventing the establishment of a
chemical gradient for an ion that is being reabsorbed. Thus, the net
rate of transport will increase.
A high tubular fluid flow rate
past the site of transport also tends to prevent the establishment of a
chemical gradient and, therefore, permits a high rate of net transport.
3. Active transport systems can
also be categorized as primary or secondary systems. A
transport mechanism which directly utilizes metabolic energy is called a
primary active mechanism. The Na-K
pump for instance utilizes the metabolic energy stored in ATP. These
systems may operate either as capacity-limited systems or as
gradient-limited systems. A secondary active
system utilizes the chemical or electrical energy resulting
from the work of a primary transport system. The Na-H exchange mechanism
for instance moves Na into the cell as a result of the Na concentration
(chemical) gradient (low cell Na) established by the Na-K pump. In doing
so it also transports protons out of the cell against its gradient.
Actually the direction and rate of transport is governed by the
algebraic sum of the gradients for both substances. The Na-H exchange
mechanism is electrically neutral so the electrical gradient across the
membrane has no effect on the transport. The Na-glucose cotransporter
transfers net charge so that the total gradient for the system includes
the sum of the chemical gradients for the two substances plus the
electrical gradient for Na. These systems may also operate either as
capacity-limited systems or gradient-limited systems.
4. There are additional terms
applied to transport systems. Symports
move two or more substances in the same direction, e.g., the
Na-glucose symport operating in the apical membrane of the proximal
tubule. Antiports move two
substances in opposite directions, e.g., Na-H antiport.
QUESTIONS:
13.
What are the three distinguishing features of carrier-mediated
transport? Why is the characteristic of saturation unimportant in
determining the limiting rate of net Na transport?
14. What is meant by
the term "gradient-limited"? How does the rate of water
reabsorption affect the net rate of transport of an ion by a
gradient-limited reabsorptive system? What would be the effect on Na
reabsorption by the proximal tubule if water reabsorption is blocked?
15. How does the rate
of flow of tubular fluid affect the net rate of Na reabsorption in the
distal tubule? How would the rate of water reabsorption affect the net
rate of K secretion? How would the tubular fluid flow rate affect it?
16. What is a
"secondary" active transport system? A "symport"? An
"antiport"? What determines the effective driving force for a
secondary active transport system?